9. Q9
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Similar Question 1
<img src="/qimages/610" /><p><strong>i)</strong> Is the equation for the right bisector from <code class='latex inline'>BC</code> same as the median from vertex <code class='latex inline'>A</code>?</p><p><strong>ii)</strong> What property must a triangle have if the median to one of its sides coincides with the right bisector of that side.</p>
Similar Question 2
<img src="/qimages/610" /><p><strong>i)</strong> Is the equation for the right bisector from <code class='latex inline'>BC</code> same as the median from vertex <code class='latex inline'>A</code>?</p><p><strong>ii)</strong> What property must a triangle have if the median to one of its sides coincides with the right bisector of that side.</p>
Similar Question 3
<img src="/qimages/610" /><p><strong>i)</strong> Is the equation for the right bisector from <code class='latex inline'>BC</code> same as the median from vertex <code class='latex inline'>A</code>?</p><p><strong>ii)</strong> What property must a triangle have if the median to one of its sides coincides with the right bisector of that side.</p>
Similar Questions
Learning Path
L1 Quick Intro to Factoring Trinomial with Leading a
L2 Introduction to Factoring ax^2+bx+c
L3 Factoring ax^2+bx+c, ex1
Now You Try
<img src="/qimages/610" /><p>Determine an equation for the median form vertex A of <code class='latex inline'>\triangle ABC</code>.</p>
<p>A triangle has vertices <code class='latex inline'>E(2, -2), F(-4, -4)</code>, and <code class='latex inline'>G(0, 4)</code>.</p><p>Determine an equation for the median from vertex <code class='latex inline'>E</code>.</p>
<p><code class='latex inline'>\triangle DEF</code> has vertices at <code class='latex inline'>D(2,8), E(6,2),</code> and <code class='latex inline'>F(-3,2)</code>. Use analytic geometry to determine the coordinates of the orthocentre (the point where the altitudes intersect).</p>
<img src="/qimages/610" /><p><strong>i)</strong> Is the equation for the right bisector from <code class='latex inline'>BC</code> same as the median from vertex <code class='latex inline'>A</code>?</p><p><strong>ii)</strong> What property must a triangle have if the median to one of its sides coincides with the right bisector of that side.</p>
<p><code class='latex inline'>\triangle</code> ABC with vertices <code class='latex inline'>A(-2, 0), B(8, 8)</code>, and <code class='latex inline'>C(4, -2)</code>.</p><p>Draw the right bisector of <code class='latex inline'>BC</code>. Then, find an equation for this right bisector.</p>
<p>A triangle has vertices <code class='latex inline'>E(2, -2), F(-4, -4)</code>, and <code class='latex inline'>G(0, 4)</code>.</p><p>Determine the length of the median from vertex E.</p>
<p>The vertices of <code class='latex inline'>\triangle</code> ABC are <code class='latex inline'>A(4, 4), B(-6, 2)</code>, and <code class='latex inline'>C(2, 0)</code>. Find an equation in slope y-intercept form for the median from vertex <code class='latex inline'>A</code>.</p>
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